Which mathematical algorithm development was a game-changer for product optimization software, reducing solution time for complex linear programming problems from exponential to polynomial time?

The development of mathematical software and tools has revolutionized how mathematicians, engineers, and scientists solve complex problems. These products often represent breakthroughs in computational methods that make previously impossible calculations accessible. This poll tests your knowledge about a significant milestone in mathematical product development that changed how mathematical optimization problems are solved in various industries.

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Karmarkar's Interior Point Method (1984)
Newton-Raphson Algorithm (1960s)
Metropolis-Hastings Algorithm (1970)
Dijkstra's Shortest Path Algorithm (1956)